A New Image Demising Method Based on Partial Differential Equations
Yong Xing Lin, Xiao Yan Xu, Xian Dong Zhang · Applied Mechanics and Materials · 2013
In the paper, we discuss the image demising models, based on partial differential equations. It is through the use of the concept of variations in the calculus of the objective function minimization problem, defines the image processing tasks. The results show that the model expands 2d thermal diffusion equation. Therefore, it is easy to get solution is to use a simple iterative process.